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"##characteristics#run#run_success_bool#min": true, "##characteristics#run#run_success_bool#repeats": 10, "##characteristics#run#total_execution_time#all": [ 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0 ], "##characteristics#run#total_execution_time#all_unique": [ 0.0 ], "##characteristics#run#total_execution_time#center": 0.0, "##characteristics#run#total_execution_time#halfrange": 0.0, "##characteristics#run#total_execution_time#max": 0.0, "##characteristics#run#total_execution_time#mean": 0.0, "##characteristics#run#total_execution_time#min": 0.0, "##characteristics#run#total_execution_time#range": 0.0, "##characteristics#run#total_execution_time#repeats": 10, "##characteristics#run#vqe_input#classical_energy#all": [ -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746 ], "##characteristics#run#vqe_input#classical_energy#all_unique": [ -2.8077839575399746 ], "##characteristics#run#vqe_input#classical_energy#center": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#halfrange": 0.0, "##characteristics#run#vqe_input#classical_energy#max": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#mean": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#min": -2.8077839575399746, "##characteristics#run#vqe_input#classical_energy#range": 0.0, "##characteristics#run#vqe_input#classical_energy#range_percent": -0.0, "##characteristics#run#vqe_input#classical_energy#repeats": 10, "##characteristics#run#vqe_input#minimizer_method#all": [ "my_grid_sampler", "my_grid_sampler", "my_grid_sampler", "my_grid_sampler", "my_grid_sampler", "my_grid_sampler", "my_grid_sampler", "my_grid_sampler", "my_grid_sampler", "my_grid_sampler" ], "##characteristics#run#vqe_input#minimizer_method#all_unique": [ "my_grid_sampler" ], "##characteristics#run#vqe_input#minimizer_method#min": "my_grid_sampler", "##characteristics#run#vqe_input#minimizer_method#repeats": 10, "##characteristics#run#vqe_input#minimizer_src#all": [ "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n" ], "##characteristics#run#vqe_input#minimizer_src#all_unique": [ "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n" ], "##characteristics#run#vqe_input#minimizer_src#min": "def my_grid_sampler( func, x0, my_args=(), my_options=None ):\n \"Simple optimiser: samples on a grid and returns the minimum - used here as an example\"\n\n my_options = my_options or {}\n points = 3 # Number of points in each dimension\n num_parameters = 2 #len(x0) # get number of parameters needed for objective function\n\n flist = []\n xlist = []\n xgrid = []\n fgrid = []\n for i in range(points):\n xrow = []\n frow = []\n for j in range(points):\n x = [2*np.pi*i/points, 2*np.pi*j/points] # Sample a point from a uniform grid\n fnew = func(x, my_args)\n flist.append(fnew)\n xlist.append(x)\n\n xrow.append(x)\n frow.append(fnew)\n\n xgrid.append(xrow)\n fgrid.append(frow)\n\n\n\n\n\n min_idx = np.argmin(flist)\n best_x = xlist[min_idx]\n fmin = flist[min_idx]\n print(fgrid)\n FTgrid = np.fft.fft2(fgrid)\n\n print(FTgrid)\n def wrp(x):\n return fn(FTgrid.shape[0], FTgrid, x[0], x[1])\n\n res = minimize(wrp, best_x, method='nelder-mead', options={'xtol':1e-8, 'disp':False})\n\n minf = func(res.x, my_args)\n\n minimizer_output = { 'fun' : minf, 'nfev' : points*points, 'nit' : points*points, 'x' : res.x }\n\n return minimizer_output\n", "##characteristics#run#vqe_input#minimizer_src#repeats": 10, "##characteristics#run#vqe_input#q_device_name#all": [ "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM", "QVM" ], "##characteristics#run#vqe_input#q_device_name#all_unique": [ "QVM" ], "##characteristics#run#vqe_input#q_device_name#min": "QVM", "##characteristics#run#vqe_input#q_device_name#repeats": 10, "##characteristics#run#vqe_input#sample_number#all": [ 50, 50, 50, 50, 50, 50, 50, 50, 50, 50 ], "##characteristics#run#vqe_input#sample_number#all_unique": [ 50 ], "##characteristics#run#vqe_input#sample_number#center": 50, "##characteristics#run#vqe_input#sample_number#halfrange": 0, "##characteristics#run#vqe_input#sample_number#max": 50, "##characteristics#run#vqe_input#sample_number#mean": 50.0, "##characteristics#run#vqe_input#sample_number#min": 50, "##characteristics#run#vqe_input#sample_number#range": 0, "##characteristics#run#vqe_input#sample_number#range_percent": 0, "##characteristics#run#vqe_input#sample_number#repeats": 10, "##characteristics#run#vqe_output#fun#all": [ -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746 ], "##characteristics#run#vqe_output#fun#all_unique": [ -2.8077839575399746 ], "##characteristics#run#vqe_output#fun#center": -2.8077839575399746, "##characteristics#run#vqe_output#fun#halfrange": 0.0, "##characteristics#run#vqe_output#fun#max": -2.8077839575399746, "##characteristics#run#vqe_output#fun#mean": -2.8077839575399746, "##characteristics#run#vqe_output#fun#min": -2.8077839575399746, "##characteristics#run#vqe_output#fun#range": 0.0, "##characteristics#run#vqe_output#fun#range_percent": -0.0, "##characteristics#run#vqe_output#fun#repeats": 10, "##characteristics#run#vqe_output#fun_exact#all": [ -2.8077680086205965, -2.8077777485472413, -2.8077739214797766, -2.8077801377009823, -2.8077838766954852, -2.8077646156519585, -2.8077675353340994, -2.807776090151777, -2.807728247647424, -2.8077801122464754 ], "##characteristics#run#vqe_output#fun_exact#all_unique": [ -2.8077680086205965, -2.8077777485472413, -2.8077739214797766, -2.8077801377009823, -2.8077838766954852, -2.8077646156519585, -2.8077675353340994, -2.807776090151777, -2.807728247647424, -2.8077801122464754 ], "##characteristics#run#vqe_output#fun_exact#center": -2.8077560621714546, "##characteristics#run#vqe_output#fun_exact#halfrange": 2.7814524030667087e-05, "##characteristics#run#vqe_output#fun_exact#max": -2.807728247647424, "##characteristics#run#vqe_output#fun_exact#mean": -2.807770029407582, "##characteristics#run#vqe_output#fun_exact#min": -2.8077838766954852, "##characteristics#run#vqe_output#fun_exact#range": 5.5629048061334174e-05, "##characteristics#run#vqe_output#fun_exact#range_percent": -1.981243945556261e-05, "##characteristics#run#vqe_output#fun_exact#repeats": 10, "##characteristics#run#vqe_output#fun_validated#all": [ -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746, -2.8077839575399746 ], "##characteristics#run#vqe_output#fun_validated#all_unique": [ -2.8077839575399746 ], "##characteristics#run#vqe_output#fun_validated#center": -2.8077839575399746, "##characteristics#run#vqe_output#fun_validated#halfrange": 0.0, "##characteristics#run#vqe_output#fun_validated#max": -2.8077839575399746, "##characteristics#run#vqe_output#fun_validated#mean": -2.8077839575399746, "##characteristics#run#vqe_output#fun_validated#min": -2.8077839575399746, 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